Wire2 is Wireworld, except inactive wire only becomes active if exactly 2 neighbours are active (as part of this rulespace). That is to say, wires can simulate Brian's Brain (/2/3), similarly to how Wireworld simulates /12/3. It has been investigated since 2018-04-28 by me, Blinkerspawn, danny, saka, and maybe others. Here is a ruletable for Golly:

#C 7-Segment display in Wire2, by blah. Some fundamental circuit components were created by Blinkerspawn.#C By the way, to any aspiring circuit-creators: 7-segment displays do not work very well without insides. Trust me.#C Creating this gave me a new-found appreciation for the work that went into the Wireworld computer. Timing is hard.x = 1112, y = 625, rule = 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10.2C113.A2CA5.BCBA4C8.2C136.ABC$59.B7.A3.140C11.2C10.2C10.2C10.2C91.B7.A3.140C11.2C10.2C10.2C103.B7.A3.140C11.2C10.2C115.B7.A3.141CAB4CABC2A$67.A3.139CB23.2C10.2C10.2C99.A3.139CB23.2C10.2C111.A3.139CB11.2C10.2C123.A3.141C.B4CABCB$66.BCBA4C8.2C10.2C10.2C10.2C89.C.C14.CAC5.2C10.2C10.2C98.BCBA4C8.2C10.2C10.2C101.C.C14.CAC5.2C10.2C110.BCBA4C8.2C10.2C113.C.C10.2C2.CAC5.2C122.BCBA4C8.2C134.C.A$65.2ACB.2C2.CAC5.2C10.2C10.2C10.2C89.3AC4.CBA2.2C2.BAB5.2C10.2C10.2C97.2ACB.2C2.CAC5.2C10.2C10.2C101.3AC4.CBA2.2C2.BAB5.2C10.2C109.2ACB.2C2.CAC5.2C10.2C113.3AC4.CBA2.2C2.BAB5.2C121.2ACB.2C2.CAC5.2C134.C$65.CBA2.2C2.BAB5.2C10.2C10.2C10.2C88.C2BAB4.2ACB.2C2.CAC5.2C10.2C10.2C97.CBA2.2C2.BAB5.2C10.2C10.2C100.C2BAB4.2ACB.2C2.CAC5.2C10.2C109.CBA2.2C2.BAB5.2C10.2C112.C2BAB4.2ACB.2C2.CAC5.2C121.CBA2.2C2.BAB5.2C133.ACA$70.2C2.CAC5.2C10.2C10.2C10.2C89.A2CA5.BCBA4C8.2C10.2C10.2C102.2C2.CAC5.2C10.2C10.2C101.A2CA5.BCBA4C8.2C10.2C114.2C2.CAC5.2C10.2C113.A2CA5.BCBA4C8.2C126.2C2.CAC5.2C133.3B13.C$64.7C11.2C10.2C10.2C10.2C91.B7.A3.140C11.2C10.2C10.2C103.B7.A3.140C11.2C10.2C115.B7.A3.140C11.2C133.ACA12.C.C$64.6CB23.2C10.2C10.2C99.A3.139CB11.2C10.2C10.2C111.A3.139CB23.2C123.A3.139CB11.2C148.C.C$69.C.C14.CAC5.2C10.2C10.2C98.BCBA4C8.2C10.2C10.2C101.C.C10.2C2.CAC5.2C10.2C110.BCBA4C8.2C10.2C113.C.C14.CAC5.2C122.BCBA4C8.2C125.C.C10.2C2.CAC143.C.C$69.3AC4.CBA2.2C2.BAB5.2C10.2C10.2C97.2ACB.2C2.CAC5.2C10.2C10.2C101.3AC4.CBA2.2C2.BAB5.2C10.2C109.2ACB.2C2.CAC5.2C10.2C113.3AC4.CBA2.2C2.BAB5.2C121.2ACB.2C2.CAC5.2C125.3AC4.CBA2.2C2.BAB144.C$68.C2BAB4.2ACB.2C2.CAC5.2C10.2C10.2C97.CBA2.2C2.BAB5.2C10.2C10.2C100.C2BAB4.2ACB.2C2.CAC5.2C10.2C109.CBA2.2C2.BAB5.2C10.2C112.C2BAB4.2ACB.2C2.CAC5.2C121.CBA2.2C2.BAB5.2C124.C2BAB4.2ACB.2C2.CAC$69.A2CA5.BCBA4C8.2C10.2C10.2C102.2C2.CAC5.2C10.2C10.2C101.A2CA5.BCBA4C8.2C10.2C114.2C2.CAC5.2C10.2C113.A2CA5.BCBA4C8.2C126.2C2.CAC5.2C125.A2CA5.BCBA4C146.ABC$71.B7.A3.140C11.2C10.2C10.2C103.B7.A3.140C11.2C10.2C115.B7.A3.140C11.2C127.B7.A3.141CAB4CABC2A$79.A3.139CB11.2C10.2C10.2C111.A3.139CB11.2C10.2C123.A3.139CB11.2C135.A3.137C.3CAB4CABCB$78.BCBA4C8.2C10.2C10.2C101.C.C10.2C2.CAC5.2C10.2C110.BCBA4C8.2C10.2C113.C.C10.2C2.CAC5.2C122.BCBA4C8.2C125.C.C10.2C2.CAC129.BCBA4C144.C.A$77.2ACB.2C2.CAC5.2C10.2C10.2C101.3AC4.CBA2.2C2.BAB5.2C10.2C109.2ACB.2C2.CAC5.2C10.2C113.3AC4.CBA2.2C2.BAB5.2C121.2ACB.2C2.CAC5.2C125.3AC4.CBA2.2C2.BAB128.2ACB.2C2.CAC141.C$77.CBA2.2C2.BAB5.2C10.2C10.2C100.C2BAB4.2ACB.2C2.CAC5.2C10.2C109.CBA2.2C2.BAB5.2C10.2C112.C2BAB4.2ACB.2C2.CAC5.2C121.CBA2.2C2.BAB5.2C124.C2BAB4.2ACB.2C2.CAC128.CBA2.2C2.BAB140.ACA$82.2C2.CAC5.2C10.2C10.2C101.A2CA5.BCBA4C8.2C10.2C114.2C2.CAC5.2C10.2C113.A2CA5.BCBA4C8.2C126.2C2.CAC5.2C125.A2CA5.BCBA4C136.2C2.CAC140.3B$76.7C11.2C10.2C10.2C103.B7.A3.140C11.2C10.2C115.B7.A3.140C11.2C127.B7.A3.140C146.ACA$76.6CB23.2C10.2C111.A3.139CB23.2C123.A3.139CB148.A3.139CB$81.C.C14.CAC5.2C10.2C110.BCBA4C8.2C10.2C113.C.C14.CAC5.2C122.BCBA4C8.2C125.C.C14.CAC129.BCBA4C135.C.C$81.3AC4.CBA2.2C2.BAB5.2C10.2C109.2ACB.2C2.CAC5.2C10.2C113.3AC4.CBA2.2C2.BAB5.2C121.2ACB.2C2.CAC5.2C125.3AC4.CBA2.2C2.BAB128.2ACB.2C2.CAC132.3AC$80.C2BAB4.2ACB.2C2.CAC5.2C10.2C109.CBA2.2C2.BAB5.2C10.2C112.C2BAB4.2ACB.2C2.CAC5.2C121.CBA2.2C2.BAB5.2C124.C2BAB4.2ACB.2C2.CAC128.CBA2.2C2.BAB131.C2BAB$81.A2CA5.BCBA4C8.2C10.2C114.2C2.CAC5.2C10.2C113.A2CA5.BCBA4C8.2C126.2C2.CAC5.2C125.A2CA5.BCBA4C136.2C2.CAC132.A2CA$83.B7.A3.140C11.2C10.2C115.B7.A3.140C11.2C127.B7.A3.140C140.B$91.A3.139CB23.2C123.A3.139CB11.2C135.A3.139CB$90.BCBA4C8.2C10.2C113.C.C14.CAC5.2C122.BCBA4C8.2C125.C.C10.2C2.CAC129.BCBA4C135.C.C$89.2ACB.2C2.CAC5.2C10.2C113.3AC4.CBA2.2C2.BAB5.2C121.2ACB.2C2.CAC5.2C125.3AC4.CBA2.2C2.BAB128.2ACB.2C2.CAC132.3AC$89.CBA2.2C2.BAB5.2C10.2C112.C2BAB4.2ACB.2C2.CAC5.2C121.CBA2.2C2.BAB5.2C124.C2BAB4.2ACB.2C2.CAC128.CBA2.2C2.BAB131.C2BAB$94.2C2.CAC5.2C10.2C113.A2CA5.BCBA4C8.2C126.2C2.CAC5.2C125.A2CA5.BCBA4C136.2C2.CAC132.A2CA$88.7C11.2C10.2C115.B7.A3.140C11.2C127.B7.A3.140C140.B$88.6CB23.2C123.A3.139CB11.2C135.A3.139CB$93.C.C14.CAC5.2C122.BCBA4C8.2C125.C.C10.2C2.CAC129.BCBA4C135.C.C$93.3AC4.CBA2.2C2.BAB5.2C121.2ACB.2C2.CAC5.2C125.3AC4.CBA2.2C2.BAB128.2ACB.2C2.CAC132.3AC$92.C2BAB4.2ACB.2C2.CAC5.2C121.CBA2.2C2.BAB5.2C124.C2BAB4.2ACB.2C2.CAC128.CBA2.2C2.BAB131.C2BAB$93.A2CA5.BCBA4C8.2C126.2C2.CAC5.2C125.A2CA5.BCBA4C136.2C2.CAC132.A2CA$95.B7.A3.140C11.2C127.B7.A3.140C140.B$103.A3.139CB11.2C135.A3.139CB$102.BCBA4C8.2C125.C.C10.2C2.CAC129.BCBA4C135.C.C$101.2ACB.2C2.CAC5.2C125.3AC4.CBA2.2C2.BAB128.2ACB.2C2.CAC132.3AC8.2C2.C.C4.2C2.C3.3C.C.C4.3C.2C2.2C5.2C2.C3.C.2C2.C.C.3C.2C3.2C.2C2.3C.C.C.C.2C5.2C3.C3.C3.C$101.CBA2.2C2.BAB5.2C124.C2BAB4.2ACB.2C2.CAC128.CBA2.2C2.BAB131.C2BAB8.C.C.C.C4.C.C.C3.C.C.C.C4.C.C.C.C.C.C4.C.C.C3.C.C.C.C.C.C3.C.C.C3.C.C.C.C.C.C.C.C.C6.C.C.C.2C2.C.C$106.2C2.CAC5.2C125.A2CA5.BCBA4C136.2C2.CAC132.A2CA8.2C3.C5.2C2.C3.3C.3C4.3C.C.C.C.C4.2C2.C3.C.C.C.2C2.3C.2C3.C2.2C2.3C.C.C.C.C.C5.C2.C.C2.C3.C$100.7C11.2C127.B7.A3.140C140.B9.C.C2.C5.C.C.C3.C.C.C.C4.C.C.C.C.C.C4.C.C.C3.C.C.C.C.C.C3.C.C3.C.C3.C.C2.C.C2.C.C4.C3.C.C2.C2.C.C$100.6CB11.2C135.A3.139CB150.2C3.C5.2C2.3C.C.C.C.C4.C.C.C.C.2C5.2C2.3C.C.C.C.C.C.3C.C.C.2C2.C3.C.C2.C.C2.C.C4.3C2.C2.3C2.C$105.C.C10.2C2.CAC129.BCBA4C135.C.C$105.3AC4.CBA2.2C2.BAB128.2ACB.2C2.CAC132.3AC$104.C2BAB4.2ACB.2C2.CAC128.CBA2.2C2.BAB131.C2BAB$105.A2CA5.BCBA4C136.2C2.CAC132.A2CA$107.B7.A3.140C140.B$115.A3.139CB$114.BCBA4C135.C.C$113.2ACB.2C2.CAC132.3AC$113.CBA2.2C2.BAB131.C2BAB$118.2C2.CAC132.A2CA$112.7C140.B$112.6CB$117.C.C$117.3AC$116.C2BAB$117.A2CA$119.B!

Here are the circuit components I would recommend you use. They are (I believe) the most optimal known components for their purposes. If you want something to do, try optimising these. Also, if you want to create any kind of complex circuitry, I would recommend you use p12 signals; p6 does not allow simple crossovers.

#C The state of the art in Wire2.#C Here are the people who discovered the various components:#C blah: p3 gun, turner (although it was inspired by a gun made by Blinkerspawn), lower 2 splitters, OR, XOR, left 2 ANDs, AND-NOT, rightmost NOT.#C Blinkerspawn: topmost splitter, rightmost AND, leftmost NOT.#C The p6 and p12 guns were discovered by danny/saka/Blinkerspawn or something.x = 180, y = 91, rule = Wire27.2C.C.C.2C3.2C9.3C.C.C.2C2.2C2.3C.2C3.2C10.2C.2C2.C3.C.3C.3C.3C.2C3.2C27.2C.3C.3C.3C2.2C$6.C3.C.C.C.C.C12.C2.C.C.C.C.C.C.C3.C.C.C11.C3.C.C.C3.C2.C3.C2.C3.C.C.C28.C3.C.C2.C2.C3.C$6.C.C.C.C.C.C2.C11.C2.C.C.2C2.C.C.3C.2C3.C11.C2.2C2.C3.C2.C3.C2.3C.2C3.C27.C.C.3C2.C2.3C2.C$6.C.C.C.C.C.C3.C10.C2.C.C.C.C.C.C.C3.C.C3.C11.C.C3.C3.C2.C3.C2.C3.C.C3.C26.C.C.C.C2.C2.C5.C$7.C3.2C.C.C.2C11.C3.2C.C.C.C.C.3C.C.C.2C10.2C2.C3.3C.C2.C3.C2.3C.C.C.2C28.C2.C.C2.C2.3C.2C2$79.2A$79.2B69.2B$79.2C69.2A$48.BCB28.2C69.2C$2.2C8.2B9.2C14.BAB6.ACA22.A3C2.2C2.3CA63.2C$2.2A8.2C9.2A14.3C2.AB2CBCB21.BCB3C.2C.3CBCB62.2C$2.2B8.2C9.2B14.BAB2CAB3C23.CA12CAC62.2C$2.2C8.2C9.2C16.2C5.C23.CA5C.6CAC62.2C$2.2A8.2C9.2C16.2C5.2C22.BCB3C.2C.3CBCB62.2C$2.2B8.2A9.2C16.2C5.2C23.A3C2.2C2.3CA2.3CA57.2C$2.2C8.2B9.2C16.2C5.2C29.2C7.2CABCB56.2C$2.2A8.2C9.2C17.C5.2C19.8CAB10CABCAC56.2C$2.2B8.2C9.2C17.7CBAB17.8CAB10CABCAC56.2C$2.2C8.2C9.2C15.BCB4C2.3C27.2C7.2CABCB56.2B.BCB$2.2A8.2C9.2C15.ACA6.BAB27.2C8.3CA57.2A.ACA$2.2B8.2A9.2C15.BCB35.4C33.C2.2C30.2C.BCB$2.2C8.2B9.2C52.CB2CBC31.C.C.C.C29.3C$2.2A8.2C9.2A52.A4CA31.C.C.2C3.BA21CBA11C$2.2B8.2C9.2B52.BA2CAB31.C.C.C.C2.BA21CBA11C$2.2C8.2C9.2C52.CB2CBC32.C2.C.C30.A$2.2A8.2C9.2C53.A2BA66.A3B$2.2B8.2A8.4C122.CB2CA$2.2C8.2B7.CB2CBC121.B2AB$2.2A7.B2CB6.A4CA122.C$.C2BC5.A4CA5.BA2CAB$2.ACA5.BA2BAB5.CB2CBC59.2C$3.CB6.C2AC7.A2BA60.2C61.2B$86.2A61.2A$2C2.2C4.2C3.2C2.2C3.C2.2C57.2B61.2C$C.C3.C3.C.C.C4.C.C.2C4.C56.2C61.2C$2C2.2C4.2C2.3C2.2C3.C3.C57.2C61.2C$C5.C3.C3.C.C2.C4.C2.C58.2C61.2C$C3.2C4.C4.C3.C3.3C.3C41.BACB11.2C61.2C$70.CACBAC10.2C61.2C$70.AB5CBA6C.CBAB59.2C$70.AB5CBA7C.3C59.2C$70.CACBAC10.CBAB59.2C.ACA$71.BACB11.2C61.2C.3B$86.2C61.2B.ACA$86.2C22.C.C2.C2.2C29.2AC$86.2C22.C.C.C.C.C.C28.3C$86.2C23.C2.C.C.2C3.BA22CBA10C$86.2B22.C.C.C.C.C.C2.BA22CBA10C$86.2A22.C.C2.C2.C.C29.B$86.2C59.B3C$86.2C59.AC2AB$147.C2BC$148.A2$80.BCB$80.ACA74.BA10CBA2C$70.BACB6.BCB5CBA2C59.2B4.BA10CBA9C$69.CACBAC7.6CBA2C39.2C18.2A20.7C$69.AB5CBA4C29.3C.2C2.2C10.2C19.C17.ACB.C$69.AB5CBA4C29.C.C.C.C.C.C9.2C19.4C14.2BAC.5C$69.CACBAC7.6CBA2C19.3C.C.C.C.C2.BA2CBA4CAB6CA.BA3CBA5C15.CACB5C$70.BACB6.BCB5CBA2C19.C.C.C.C.C.C2.BA2CBAC2.CAB6CA.BA3CBAC20.B.C$80.ACA28.C.C.C.C.2C52.7C$80.BCB74.BA4CBA15C$135.2A20.BA4CBA8C$135.2C$135.2C$135.2B$96.3C.2C2.2C5.2C3.C2.3C13.2A$96.C.C.C.C.C.C4.C.C.C.C2.C14.2C$96.3C.C.C.C.C.2C.C.C.C.C2.C3.BA6CBA13C$96.C.C.C.C.C.C4.C.C.C.C2.C3.BA6CBA13C$96.C.C.C.C.2C5.C.C2.C3.C2$127.B2CB$126.AC2ACA$126.CB2CBC$126.6C$126.6C15.2B$111.2C3.C2.3C5.4C7.BACB5.2A$111.C.C.C.C2.C7.2C7.CACBAC4.2C$111.C.C.C.C2.C2.BA3C.5CBA.AB5CBA10CBA3C$111.C.C.C.C2.C2.BA9CBA.AB5CBA10CBA3C$111.C.C2.C3.C7.2C7.CACBAC$127.4C7.BACB$126.6C$126.6C$126.CB2CBC$126.AC2ACA$127.B2CB!

Last edited by blah on May 17th, 2018, 4:07 pm, edited 11 times in total.

#C A simple XOR gate, here using p12 inputs. It does not work with p6. The outputs are all in phase.x = 26, y = 39, rule = Wire26.2B$6.2A$6.2C$6.2C$6.2C$6.2C$6.2C$6.2C$6.2C$6.2C$6.2C$6.2C$6.2C$6.2C$6.2C$6.2C$6.2C$6.2C$6.2C$6.2C$6.2C$6.2C$6.2C$6.2C$6.2B$6.2A$6.2C$6.2C$.ABC2.2C$BC2AC.6CAB10CAB$.CBA.B6CAB10CAB$.ABAC.4C$2.C3.2C2.ABA$6.2C2.CBC$6.2C2.ABA$6.2C$6.2C$6.2C$6.2C!

#C 8 bytes of RAM, using loop-based memory. Data is inserted into the loop using an XOR gate, and as such you could perform a logical XOR on a word of memory simply by writing to it without first clearing it.x = 206, y = 386, rule = Wire291.B$89.A2CA$88.C2BAB$89.3AC61.BA$50.BCA36.C.C36.B24.CBC$49.CA2BA2.3CAB10CAB10CAB5CB3.ABA29.A2CA22.B2AB$50.ACB.5CAB10CAB10CAB6C3.CBC28.C2BAB12.BCA8.2C$50.BCBA2C34.2C2.ABA29.3AC11.CA2BA2.3CAB$51.A2.2C30.CBA.4C32.C.C13.ACB.5CABC19.AB$54.2C30.2ACB.2CAB10CAB10CAB8CB14.BCBA2C4.3C18.CBC$54.2C31.BCB.2CAB10CAB10CAB9C15.A2.2C4.3C18.B2AB$54.2C32.A.4C33.2C17.2C.BAB.2C8.BCA8.2C$54.2C33.2C3.ABA30.2A17.2C.3C.2C7.CA2BA2.3CAB$42.BC10.2B33.2C3.CBC30.2B2.BCB12.2C.BAB.2C8.ACB.5CABC$42.ACA9.2A33.2C3.ABA30.2C2.ACA12.2C5.2C8.BCBA2C4.3C$42.C2BC8.2C33.2C36.2C2.BCB12.2B5.2C9.A2.2C4.3C$43.2A9.2C33.2C32.ACB.4C15.2A5.2C12.2C.BAB.2C$45.36C2.3CAB2C33.2BAC.7CAB10C6.2C12.2C.3C.2C$44.42CAB2C34.CAC.7CAB10C6.2A12.2C.BAB.2C$43.3C8.2C25.2C5.C.B34.B.4C15.2A5.2B12.2C5.2C$43.3C8.2C21.ACA.2C5.3CB35.2C2.BCB9.B2.2B5.2C12.2B5.2C$43.2C.CBC5.2C21.3B.2C4.B2ACA10.CB23.2C2.ACA8.CA4C5.2C12.2A5.2C$43.2C.3A5.2C21.ACA.2C5.C2BC9.ACA23.2B2.BCB8.BAC.10CAB10C6.2C$43.2C.CBC5.2C24.3C7.A9.C2BC23.2A12.AB2CB2.8CAB10C6.2A14.AB$43.2C9.2C2.ABA19.3C18.2A24.2C13.CAB8.2C12.2A5.2B14.CBC$43.2C9.2B2.CBC2.5CAB10CAB10CAB7C2.7CBAC.3CAB9C25.2C9.B2.2B5.2C14.B2AB$19.CA22.2C9.2A2.ABA.6CAB10CAB10CAB16CBA5CAB8CB25.2C8.CA4C5.2C15.2C$19.BAB21.2C9.2C5.4C16.C18.4C10.4C8.C.C24.2C8.BAC.10CAB10CAB$19.A2CA20.2C10.C5.2C2.CAC12.C.C17.4C10.2C2.ABA5.3AC23.2C7.AB2CB2.8CAB10CABC$20.2B21.2C10.8C2.BAB12.3AC13.CBC.2A.CBC7.2C2.CBC4.C2BAB23.2C8.CAB8.2C14.3C$22.41C2.CAC11.C2BAB13.3A.2B.3A7.2C2.ABA5.A2CA23.2A6.B12.2C14.3C$21.34C6.2B17.A2CA13.CBC.2C.CBC7.2C12.B24.2B4.A2CA11.2C11.BAB.2C$20.3C20.2C16.2A19.B18.2C11.2C37.2C3.C2BAB11.2C11.3C.2C$20.3C20.2C16.2C38.2C2.B8.2C37.2C4.3AC11.2C11.BAB.2C$20.2C.ACA17.2C16.2C38.2CBCAC7.2C37.2C4.C.C12.2C15.2C$20.2C.3B17.2C17.8CBA10CBA10CBA6CA.CAB7.2B37.7CB13.2A15.2C$20.2C.ACA17.2C17.A7CBA10CBA10CBA5C2.B2CBA6.2A37.8C13.2B15.2C$20.2C21.2C16.B.B40.BAC7.2C37.2C5.2C12.2C15.2C$20.2C21.2C15.B3C50.2C36.4C4.2C12.2C15.2A$20.2C21.2C15.AC2AB49.2C35.6C3.2C12.2C15.2B$20.2C21.2C15.C2BC50.2C35.6C3.2C12.2C15.2C$20.2C21.2C16.A52.2C35.CB2CBC3.2C12.2C7.A7.2C$20.2C21.2C46.B22.2C35.AC2ACA3.2C12.2C5.C2BC6.2C$20.2C21.2C44.A2CA21.2C36.B2CB4.2C12.2C4.B2ACA6.2C$20.2C21.2C43.C2BAB21.2C44.2C9.A2.2C5.3CB6.2C$20.2C21.2C44.3AC21.2C38.BA4.2C8.BCBA2C5.B.B7.2C$20.2C13.B7.2C5.BCA36.C.C22.2C12.B24.CBC4.2C8.ACB.2CAB4CA8.2C$20.2C12.A2CA5.2C4.CA2BA2.34CB3.ABA17.2B10.A2CA22.B2AB4.2C2.A4.CA2BA2.AB5C8.2C$20.2C12.BA2BC4.2C5.ACB.37C3.CBC17.2A9.C2BAB12.BCA8.2C5.2CABCB4.BCA9.2C7.2C$20.2C12.C3A5.2C2.B2.BCBA2C34.2C2.ABA17.2C10.3AC11.CA2BA2.5C2.7C.BCA16.2C7.2C$20.2C13.C.C5.2CBCAC2.A2.2C30.CBA.4C20.2C10.C.C13.ACB.14C2.A2BAC6.AB7.2C7.2A$20.2C14.B7CA.CAB5.2C30.2ACB.36CB14.BCBA2C4.4C7.ACB7.CBC6.2C7.2B$20.2C14.7C2.B2CBA4.2C31.BCB.37C15.A2.2C4.4C17.B2AB5.2C2.C4.2C$20.2C13.2C9.BAC5.2C32.A.4C20.2C11.2C17.2C.BAB.2C.BAB4.BCA8.2C6.2ACABA3.2C$20.2C13.2C17.2C33.2C3.ABA17.2C11.2C17.2C.3C.2C.3C3.CA2BA2.5C2.6C2B.ABC3.2C$20.2C13.2C7.CB8.2C33.2C3.CBC17.2C11.2C2.BCB12.2C.BAB.2C.BAB4.ACB.15C2.C2ACB2.2C$20.2C13.2C6.ACA8.2C33.2C3.ABA17.2C11.2C2.ACA12.2C5.2C8.BCBC2B4.4C8.CBA3.2C7.A$20.2C10.A2.2C5.C2BC8.2C33.2C23.2C11.2C2.BCB12.2C5.2C9.A2.2A4.4C14.2C5.C2BC$20.2C9.BCBA2C6.2A9.2C33.2C23.2C7.ACB.4C15.2C5.2C12.2C.BAB.2C.BAB11.2C4.B2ACA$12.C7.2C9.ACB.8C2.36C2.7C24.2B7.2BAC.19C6.2C12.2C.3C.2A.3C8.A2.2C5.3CB$11.B2AB5.2C8.CA2BA2.52CA24.2A8.CAC.19C6.2C12.2C.BAB.2B.BAB7.BCBA2C5.B.B$11.CB2CA4.2C9.BCA8.4C8.2C25.2C5.B.B23.2C9.B.4C15.2C5.2C12.2C5.2C11.ACB.2CAB4CA$11.A3B5.2C2.C17.4C8.2C21.ACA.2C5.3CB22.2C11.2C2.BCB9.B2.2C5.2C12.2C5.2C10.CA2BA2.AB5C$12.A.A5.3CABA13.CBC.2C.CBC5.2C21.3B.2C4.B2ACA10.CB10.2C11.2C2.ACA8.CACB2C5.2C12.2C5.2C11.BCA9.2C$13.8CB.ABC13.3A.2C.3A5.2C21.ACA.2C5.C2BC9.ACA10.2C11.2C2.BCB8.BAC.A3CAB10CAB4C6.2C23.2C$13.7C2.C2ACB12.CBC.2C.CBC5.2C24.3C7.A9.C2BC10.2C11.2C12.AB2CB2.2CAB10CAB4C6.2C14.AB7.2C$12.2C9.CBA17.2C9.2C2.ABA19.3C18.2A11.2C11.2C13.CAB8.2C12.2C5.2C14.CBC6.2C$12.2C29.2C9.2C2.CBC2.B10CAB10CAB10CABC2.CBA7C.14C25.2C9.B2.2C5.2C14.B2AB5.2C2.C$12.2C7.AC20.2C9.2C2.ABA.AB10CAB10CAB10CAB4CBA21CB25.2C8.CACB2C5.2C15.2C6.2ACABA$12.2C6.BAB20.2C9.2C5.2CAB16.B18.4C10.4C8.C.C24.2C8.BAC.A3CAB10CAB6C2.6C2B.ABC$9.B2.2C5.A2CA20.2C10.C5.2C2.CAC12.C.C17.4C10.2C2.ABA5.3AC23.2C7.AB2CB2.2CAB10CAB14C2.C2ACB$8.CACB2C6.2B21.2C10.8C2.BAB12.3AC13.CBC.2C.CBC7.2B2.CBC4.C2BAB23.2C8.CAB8.2A14.4C8.CBA$8.BAC.A7C2.41C2.CAC11.C2BAB13.3A.2C.3A7.2A2.ABA5.A2CA23.2C6.B12.2B14.4C$7.AB2CB2.41C6.2C17.A2CA13.CBC.2C.CBC7.2C12.B24.2C4.A2CA11.2C11.BAB.2C.BAB$8.CAB8.4C20.2C16.2C19.B18.2C11.2C37.2C3.C2BAB11.2C11.3C.2A.3C$19.4C20.2C16.2C38.2C2.B8.2C37.2C4.3AC11.2C11.BAB.2B.BAB$16.ACA.2C.ACA17.2C16.2C38.2CBCAC7.2C37.2C4.C.C12.2C15.2C$16.3B.2C.3B17.2C17.2CBA10CBA10CBA10CB2A.CAB7.2C37.AB5CB13.2C6.B8.2C$16.ACA.2C.ACA17.2C17.2CBA10CBA10CBA10CB2.B2CBA6.2C37.CB6C13.2C4.A2CA7.2C$20.2C21.2C16.B.C40.BAC7.2C37.BC5.2C12.2C3.C2BAB7.2C$20.2C21.2C15.B3C50.2C36.B2CB4.2C12.2C4.3AC7.2C$20.2C21.2C15.AC2AB49.2C35.A4CA3.2C12.2C4.C.C8.2C$20.2C21.2C15.C2BC50.2C35.BA2CAB3.2C12.7CB9.2C$20.2C21.2C16.A52.2B35.CB2CBC3.2A12.2A6C9.2C$20.2C21.2C46.B22.2A35.AC2ACA3.2B12.2B5.2C8.2C$20.2C21.2C44.A2CA21.2C36.B2C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Here's an RS NOR latch. The set and reset wires are at the top and bottom, and the output wires should be obvious. You can move the two horizontal guns closer, but the extent to which you can do that depends on the circuitry around the latch (the outputs have to be able to go somewhere), so I have not done this.

As I mentioned on the Discord, displaying 8 in that circuit can be accomplished by sending no signal at all. This could be used to simplify a full thing with a bcd decoder.Anyway, 2 days ago Blinkerspawn came up with an AND gate that splits the AND out of the two signals, leaving them intact:

#C A 4-bit register in Wire2. It takes the presence or absence of 4 photons in a p12 stream as the input. This can be used to convert loop memory to a form of data which is easier to do combinational logic on. Can probably be optimised very heavily.x = 351, y = 98, rule = Wire2100.C71.C71.C71.C$99.B2AB68.B2AB68.B2AB68.B2AB$99.CB2CA67.CB2CA67.CB2CA67.CB2CA$99.A3B68.A3B68.A3B68.A3B$100.A.A8.CBA58.A.A8.CBA58.A.A8.CBA58.A.A8.CBA$101.7C2.C2ACB58.7C2.C2ACB58.7C2.C2ACB58.7C2.C2ACB$101.8CB.ABC59.8CB.ABC59.8CB.ABC59.8CB.ABC$29.2C2.3C.3C.3C56.2C6.3CABA58.2C6.3CABA58.2C6.3CABA58.2C6.3CABA$29.C.C.C.C2.C2.C.C56.2C6.2C2.C59.2C6.2C2.C59.2C6.2C2.C59.2C6.2C2.C$29.C.C.3C2.C2.3C51.CAC2.2C6.2C57.CAC2.2C6.2C57.CAC2.2C6.2C57.CAC2.2C6.2C$29.C.C.C.C2.C2.C.C51.BAB2.2C6.2C57.BAB2.2C6.2C57.BAB2.2C6.2C57.BAB2.2C6.2C$29.2C2.C.C2.C2.C.C51.CAC2.2C6.2C57.CAC2.2C6.2C57.CAC2.2C6.2C57.CAC2.2C6.2C$98.4C.C4.2C60.4C.C4.2C60.4C.C4.2C60.4C.C4.2C$BA10CBA10CB11CBA63C.ABA4.64C.ABA4.64C.ABA4.64C.ABA4.26C$BA10CBA10CBA10CBA63C.AB2C3.A63C.AB2C3.A63C.AB2C3.A63C.AB2C3.A25C$98.4C.CAB2.B.B59.4C.CAB2.B.B59.4C.CAB2.B.B59.4C.CAB2.B.B$95.CAC2.2C5.B3C56.CAC2.2C5.B3C56.CAC2.2C5.B3C56.CAC2.2C5.B3C$95.BAB2.2C5.AC2AB55.BAB2.2C5.AC2AB55.BAB2.2C5.AC2AB55.BAB2.2C5.AC2AB$77.C2AC14.CAC2.2C5.C2BC14.B2CB20.C2AC14.CAC2.2C5.C2BC14.B2CB20.C2AC14.CAC2.2C5.C2BC14.B2CB20.C2AC14.CAC2.2C5.C2BC14.B2CB$76.BA2BAB18.2C6.A15.AC2ACA18.BA2BAB18.2C6.A15.AC2ACA18.BA2BAB18.2C6.A15.AC2ACA18.BA2BAB18.2C6.A15.AC2ACA$29.C.C.C.2C2.C.3C.3C28.A4CA18.2C22.CB2CBC18.A4CA18.2C22.CB2CBC18.A4CA18.2C22.CB2CBC18.A4CA18.2C22.CB2CBC$29.C.C.C.C.C.C2.C2.C30.CB2CBC18.2C22.CA2BAC18.CB2CBC18.2C22.CA2BAC18.CB2CBC18.2C22.CA2BAC18.CB2CBC18.2C22.CA2BAC$29.C.C.C.2C2.C2.C2.3C28.CA2BAC18.2C22.2C2A2C18.CA2BAC18.2C22.2C2A2C18.CA2BAC18.2C22.2C2A2C18.CA2BAC18.2C22.2C2A2C$30.C.C2.C.C.C2.C2.C31.C2AC19.2C23.4C20.C2AC19.2C23.4C20.C2AC19.2C23.4C20.C2AC19.2C23.4C$30.C.C2.C.C.C2.C2.3C30.2C20.2C24.2C22.2C20.2C24.2C22.2C20.2C24.2C22.2C20.2C24.2C$78.2C20.2C24.2C22.2C20.2C24.2C22.2C20.2C24.2C22.2C20.2C24.2C$16CBA333C$16CBA333C$78.2C20.2C24.2C22.2C20.2C24.2C22.2C20.2C24.2C22.2C20.2C24.2C$72.CBAC2.2C2.CABC14.2C18.BACB2.2C2.BCAB10.CBAC2.2C2.CABC14.2C18.BACB2.2C2.BCAB10.CBAC2.2C2.CABC14.2C18.BACB2.2C2.BCAB10.CBAC2.2C2.CABC14.2C18.BACB2.2C2.BCAB$71.ABACBC.2C.CBCABA13.2C17.CACBAC.2C.CABCAC8.ABACBC.2C.CBCABA13.2C17.CACBAC.2C.CABCAC8.ABACBC.2C.CBCABA13.2C17.CACBAC.2C.CABCAC8.ABACBC.2C.CBCABA13.2C17.CACBAC.2C.CABCAC$71.B7C.6CB13.2C17.AB6C.5CBA8.B7C.6CB13.2C17.AB6C.5CBA8.B7C.6CB13.2C17.AB6C.5CBA8.B7C.6CB13.2C17.AB6C.5CBA$71.B14CB9.ACA.2C.ACA13.AB6CB5CBA8.B14CB9.ACA.2C.ACA13.AB6CB5CBA8.B14CB9.ACA.2C.ACA13.AB6CB5CBA8.B14CB9.ACA.2C.ACA13.AB6CB5CBA$71.ABACBC.2C.CBCABA9.3B.2C.3B13.CACBAC.2C.CABCAC8.ABACBC.2C.CBCABA9.3B.2C.3B13.CACBAC.2C.CABCAC8.ABACBC.2C.CBCABA9.3B.2C.3B13.CACBAC.2C.CABCAC8.ABACBC.2C.CBCABA9.3B.2C.3B13.CACBAC.2C.CABCAC$72.CBAC2.2C2.CABC10.ACA.2C.ACA14.BACB2.2C2.BCAB10.CBAC2.2C2.CABC10.ACA.2C.ACA14.BACB2.2C2.BCAB10.CBAC2.2C2.CABC10.ACA.2C.ACA14.BACB2.2C2.BCAB10.CBAC2.2C2.CABC10.ACA.2C.ACA14.BACB2.2C2.BCAB$78.2C19.4C23.2C22.2C19.4C23.2C22.2C19.4C23.2C22.2C19.4C23.2C$78.2C6.ABC10.4C13.CBA7.2C22.2C6.ABC10.4C13.CBA7.2C22.2C6.ABC10.4C13.CBA7.2C22.2C6.ABC10.4C13.CBA7.2C$78.2C5.BC2AC2.21C2.C2ACB6.2C22.2C5.BC2AC2.21C2.C2ACB6.2C22.2C5.BC2AC2.21C2.C2ACB6.2C22.2C5.BC2AC2.21C2.C2ACB6.2C$78.2C6.CBA.B9C2.12CB.ABC7.2C22.2C6.CBA.B9C2.12CB.ABC7.2C22.2C6.CBA.B9C2.12CB.ABC7.2C22.2C6.CBA.B9C2.12CB.ABC7.2C$78.2C6.ABA3C8.2B11.3CABA7.2C22.2C6.ABA3C8.2B11.3CABA7.2C22.2C6.ABA3C8.2B11.3CABA7.2C22.2C6.ABA3C8.2B11.3CABA7.2C$78.2C7.C2.2C7.A2CA10.2C2.C8.2C22.2C7.C2.2C7.A2CA10.2C2.C8.2C22.2C7.C2.2C7.A2CA10.2C2.C8.2C22.2C7.C2.2C7.A2CA10.2C2.C8.2C$78.2C10.2C7.BAB11.2C11.2C22.2C10.2C7.BAB11.2C11.2C22.2C10.2C7.BAB11.2C11.2C22.2C10.2C7.BAB11.2C11.2C$78.2C10.2C7.CA12.2C11.2C22.2C10.2C7.CA12.2C11.2C22.2C10.2C7.CA12.2C11.2C22.2C10.2C7.CA12.2C11.2C$78.2C4.BA2C2.2C2.2CAB15.2C11.2C22.2C4.BA2C2.2C2.2CAB15.2C11.2C22.2C4.BA2C2.2C2.2CAB15.2C11.2C22.2C4.BA2C2.2C2.2CAB15.2C11.2C$78.2C3.CACB2C.2C.2CBCAC14.2C11.2C22.2C3.CACB2C.2C.2CBCAC14.2C11.2C22.2C3.CACB2C.2C.2CBCAC14.2C11.2C22.2C3.CACB2C.2C.2CBCAC14.2C11.2C$78.2C3.AB5C.6CBA14.2C11.2C22.2C3.AB5C.6CBA14.2C11.2C22.2C3.AB5C.6CBA14.2C11.2C22.2C3.AB5C.6CBA14.2C11.2C$78.2C3.AB12CBA14.2C11.2C22.2C3.AB12CBA14.2C11.2C22.2C3.AB12CBA14.2C11.2C22.2C3.AB12CBA14.2C11.2C$78.2C3.CACB2C.2C.2CBCAC14.2C11.2C22.2C3.CACB2C.2C.2CBCAC14.2C11.2C22.2C3.CACB2C.2C.2CBCAC14.2C11.2C22.2C3.CACB2C.2C.2CBCAC14.2C11.2C$78.2C4.BA2C2.2C2.2CAB15.2C11.2C22.2C4.BA2C2.2C2.2CAB15.2C11.2C22.2C4.BA2C2.2C2.2CAB15.2C11.2C22.2C4.BA2C2.2C2.2CAB15.2C11.2C$78.2C10.2B21.2C11.2C22.2C10.2B21.2C11.2C22.2C10.2B21.2C11.2C22.2C10.2B21.2C11.2C$78.2C10.2A21.2C11.2C22.2C10.2A21.2C11.2C22.2C10.2A21.2C11.2C22.2C10.2A21.2C11.2C$79.9C2.2C21.2C11.2C23.9C2.2C21.2C11.2C23.9C2.2C21.2C11.2C23.9C2.2C21.2C11.2C$79.B9C.2C21.2C2.10C24.B9C.2C21.2C2.10C24.B9C.2C21.2C2.10C24.B9C.2C21.2C2.10C$78.C.C8.2C22.2C.11C23.C.C8.2C22.2C.11C23.C.C8.2C22.2C.11C23.C.C8.2C22.2C.11C$77.ACA.ACA.CBC.2C.CBC19.2C9.A.A21.ACA.ACA.CBC.2C.CBC19.2C9.A.A21.ACA.ACA.CBC.2C.CBC19.2C9.A.A21.ACA.ACA.CBC.2C.CBC19.2C9.A.A$77.3B.3B.3A.2C.3A15.CBC.2C.CBC2.BAB.BAB20.3B.3B.3A.2C.3A15.CBC.2C.CBC2.BAB.BAB20.3B.3B.3A.2C.3A15.CBC.2C.CBC2.BAB.BAB20.3B.3B.3A.2C.3A15.CBC.2C.CBC2.BAB.BAB$77.ACA.ACA.CBC.2C.CBC15.3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Maybe I could make a smaller version using Saka's memory cell.EDIT: just discovered a really small signal turner. Modifying all of my old circuitry to use this will be annoying (I'll probably just remake it).

#C A 4-bit register. It takes the presence or absence of 4 photons in a p12 stream as the input. This can be used to convert loop memory to a form of data which is easier to do combinational logic on.x = 217, y = 67, rule = Wire272.BCB10.ACA24.ABA10.CBC24.CAC10.BAB$72.ACA10.3B24.CBC10.3A24.BAB10.3C$24.2C2.3C.3C.3C33.BCB10CACA24.ABA11CBC24.CA11CBAB$24.C.C.C.C2.C2.C.C35.9C.2C28.9C.2C28.9C.2C$24.C.C.3C2.C2.3C31.CAC2.C8.2C24.BCB2.C8.2C24.ABA2.C8.2C$24.C.C.C.C2.C2.C.C31.BAB2.2C7.2C24.ACA2.2C7.2C24.CBC2.2C7.2C$.CBAC19.2C2.C.C2.C2.C.C31.CAC2.2C7.2C24.BCB2.2C7.2C24.ABA2.2C7.2C$ABACBC67.4C.C6.C27.4C.B6.C27.4C.A6.C30.ACA$B7CBA10CBA10CBA10CBA30C.ABA4.32C.CAC4.32C.BCB4.30C2.3B$B6C.BA10CB11CBA10CBA30C.AB2C.ABA31C.CA2B.CA32C.BC2A.BCB31CACA$ABACBC67.4C.CAB.CBC28.4C.BCA.BAB28.4C.ABC.ACA30.2C$.CBAC59.C2AC2.CAC2.2C5.ABA2.B2CB13.B2CB2.BCB2.2C5.CAC2.A2BA13.A2BA2.ABA2.2C5.BCB2.C2AC13.C2AC7.2C10.B2CB$63.BA2BAB.BAB2.2C9.AC2ACA11.AC2ACA.ACA2.2C9.CB2CBC11.CB2CBC.CBC2.2C9.BA2BAB11.BA2BAB6.2C9.AC2ACA$24.C.C.C.2C2.C.3C.3C20.A4CA.CAC2.2C9.CB2CBC11.CB2CBC.BCB2.2C9.BA2CAB11.BA2CAB.ABA2.2C9.A4CA11.A4CA6.2C9.CB2CBC$24.C.C.C.C.C.C2.C2.C22.CB2CBC6.2C9.CA2BAC11.6C6.2C9.6C11.A4CA6.2C9.CB2CBC11.CB2CBC6.2C9.CA2BAC$24.C.C.C.2C2.C2.C2.3C20.CA2BAC6.2C9.2C2A2C11.6C6.2C9.6C11.CB2CBC6.2C9.BA2CAB11.CA2BAC6.2C9.2C2A2C$25.C.C2.C.C.C2.C2.C23.C2AC7.2C10.4C13.4C7.2C10.4C13.4C7.2C10.4C13.C2AC7.2C10.4C$8.CBAC13.C.C2.C.C.C2.C2.3C22.2C8.2C11.2C15.2C8.2C11.2C15.2C8.2C11.2C15.2C8.2C11.2C$7.ABACBC52.2C8.2C11.2C15.2C8.2C11.2C15.2C8.2C11.2B15.2C8.2C11.2C$7.B7CBA128C2B21C2A41C$7.B6C.BA128C2A63C$7.ABACBC52.2C8.2C11.2C15.2C8.2C11.2C15.2C8.2C11.2C15.2C8.2C11.2C$8.CBAC47.CBAC2.2C2.CABC2.2C5.BACB2.2C2.BCAB3.BA2C2.2C2.2CAB2.2C5.A3C2.2B2.3CA3.A3C2.2C2.3CA2.2C5.CB2C2.2C2.2CBC3.CBAC2.2C2.CABC2.2C5.BACB2.2C2.BCAB$58.ABACBC.2C.CBCABA.2C4.CACBAC.2C.CABCAC.CACBAC.2B.CABCAC.2C4.BCBA2C.2A.2CABCB.BCB3C.2C.3CBCB.2C4.ABA3C.2C.3CABA.ABACBC.2C.CBCABA.2C4.CACBAC.2C.CABCAC$58.B7C.6CB.2C4.AB6C.5CBA.AB2CBACA.CAB2CBA.2C4.CACBA3C.2CABCAC.CA6C.5CAC.2C4.B7C.6CB.B7C.6CB.2C4.AB6C.5CBA$58.B14CB.2C4.AB6CB5CBA.AB2CBA4CAB2CBA.2C4.CACBA6CABCAC.CA12CAC.2C4.B14CB.B14CB.2C4.AB6CB5CBA$58.ABACBC.2C.CBCABA.2C4.CACBAC.2C.CABCAC.CACBAC.2C.CABCAC.2C4.BCBA2C.2C.2CABCB.BCB3C.2C.3CBCB.2C4.ABA3C.2C.3CABA.ABACBC.2C.CBCABA.2C4.CACBAC.2C.CABCAC$59.CBAC2.2C2.CABC2.2C5.BACB2.2C2.BCAB3.BA2C2.2C2.2CAB2.2C5.A3C2.2C2.3CA3.A3C2.2C2.3CA2.2C5.CB2C2.2C2.2CBC3.CBAC2.2C2.CABC2.2C5.BACB2.2C2.BCAB$65.2C8.C13.C15.2C8.C13.C15.2C8.C13.C15.2C8.C13.C$65.2C7.8C2.7C14.2C7.8C2.7C14.2C7.8C2.7C14.2C7.8C2.7C$61.ACA.2C.ACA.BCB15CABA8.CBC.2C.CBC.ABA16CAC8.BAB.2C.BAB.CA16CBCB8.ACA.2C.ACA.BCB15CABA$61.3B.2C.3B.ACA7.2C6.CBC8.3A.2C.3A.CBC7.2C6.BAB8.3C.2C.3C.BAB7.2C6.ACA8.3B.2C.3B.ACA7.2C6.CBC$61.ACA.2C.ACA.BCB3.ACA.2C.ACA2.ABA8.CBC.2C.CBC.ABA3.CBC.2C.CBC2.CAC8.BAB.2C.BAB.CAC3.BAB.2C.BAB2.BCB8.ACA.2C.ACA.BCB3.ACA.2C.ACA2.ABA$64.4C10.3B.2C.3B16.4C10.3A.2C.3A16.4C10.3C.2C.3C16.4C10.3B.2C.3B$56.BAB5.4C2.BAB5.ACA.2C.ACA8.ACA5.4C2.ACA5.CBC.2C.CBC8.CBC5.4C2.CBC5.BAB.2C.BAB8.BAB5.4C2.BAB5.ACA.2C.ACA$56.3C2.7C2.3C8.4C11.3B2.7C2.3B8.4C11.3A2.7C2.3A8.4C11.3C2.7C2.3C8.4C$56.BAB6C2.3CBAB3.BAB2.4C5.BAB3.ACA6C2.3CACA3.ACA2.4C5.ACA3.CB7C2.4CBC3.CBC2.4C5.CBC3.BAB6C2.3CBAB3.BAB2.4C5.BAB$58.2C5.2B2.2C5.3C2.7C2.3C5.2C5.2A2.2C5.3B2.7C2.3B5.2C5.2C2.2C5.3A2.7C2.3A5.2C5.2B2.2C5.3C2.7C2.3C$58.2C4.A2CA.2C5.BAB3C2.6CBAB5.2C4.C2BC.2C5.ACA3C2.6CACA5.2C4.B2AB.2C5.CB4C2.7CBC5.2C4.A2CA.2C5.BAB3C2.6CBAB$58.2C4.BAB2.2C7.2C2.2B5.2C7.2C4.ACA2.2C7.2C2.2A5.2C7.2C4.CBC2.2C7.2C2.2C5.2C7.2C4.BAB2.2C7.2C2.2B5.2C$58.2C4.CA3.2C7.2C.A2CA4.2C7.2C4.BC3.2C7.2C.C2BC4.2C7.2C4.AB3.2C7.2C.B2AB4.2C7.2C4.CA3.2C7.2C.A2CA4.2C$59.C9.2C2.CAC2.2C2.BAB4.2C8.C9.2C2.BCB2.2C2.ACA4.2C8.C9.2C2.ABA2.2C2.CBC4.2C8.C9.2C2.CAC2.2C2.BAB4.2C$59.12C.2BAB2.2C3.AC4.2C8.12C.2ACA2.2C3.CB4.2C8.12C.2CBC2.2C3.BA4.2C8.12C.2BAB2.2C3.AC4.2C$57.BCB11CA.CAC2.2C9.C7.ABA12C.BCB2.2C9.C7.CA12CB.ABA2.2C9.C7.BCB11CA.CAC2.2C9.C$57.ACA7.4C.B3.B.12C7.CBC7.4C.A3.A.12C7.BAB7.4C.C3.C.12C7.ACA7.4C.B3.B.12C$57.BCB4.CAC2.2C2.CAC.A11CBCB5.ABA4.BCB2.2C2.BCB.12CABA5.CAC4.ABA2.2C2.ABA.B12CAC5.BCB4.CAC2.2C2.CAC.A11CBCB$64.BAB2.2C2.BA2B.4C7.ACA12.ACA2.2C2.AC2A.4C7.CBC12.CBC2.2C2.CB2C.4C7.BAB12.BAB2.2C2.BA2B.4C7.ACA$64.CAC2.2C2.CAC2.2C2.CAC4.BCB12.BCB2.2C2.BCB2.2C2.BCB4.ABA12.ABA2.2C2.ABA2.2C2.ABA4.CAC12.CAC2.2C2.CAC2.2C2.CAC4.BCB$69.2C7.2C2.BAB24.2C7.2C2.ACA24.2C7.2C2.CBC24.2C7.2C2.BAB$63.A3C2.2C7.2C2.CAC18.CB2C2.2C7.2C2.BCB18.BACB2.2C7.2C2.ABA18.A3C2.2C7.2C2.CAC$62.BCBA2C.2C3.CBC.2C22.ABA3C.2C3.BAB.2C22.CACBAC.BC3.ACA.2C22.BCBA2C.2C3.CBC.2C$62.CACBA5C2.3A.2C.BAB18.B9C2.3C.2C.ACA18.AB5C2AC2.3B.2C.CBC18.CACBA5C2.3A.2C.BAB$62.CACBA3C2A3CBC.2C.3C18.B11CBAB.2C.3B18.AB5CB4CACA.2C.3A18.CACBA3C2A3CBC.2C.3C$62.BCBA2C2.2B.2C3.2C.BAB18.ABA3C2.2C.2C3.2C.ACA18.CACBAC2.2C.2C3.2C.CBC18.BCBA2C2.2B.2C3.2C.BAB$63.A3C3.2C.2C4.2C22.CB2C3.2C.2C4.2C22.BACB3.2C.2C4.2C22.A3C3.2C.2C4.2C$70.2C.2C4.2C2.CABC23.2C.2C4.2C2.2CAB23.2C.2C4.2C2.3CA23.2C.2C4.2C2.CABC$70.2C.2C4.2C.CBCABA22.2A.2C4.2C.CABCAC22.2C.2C4.2C.3CBCB22.2C.2C4.2C.CBCABA$68.CB8CAB7CB20.BA2B10CAB2CBA20.ACA3CAB10CAC20.CB8CAB7CB$68.3A2.5CAB7CB20.3C2.9CAB2CBA20.3B2.CAB10CAC20.3A2.5CAB7CB$68.CBC2.2C4.C.2CBCABA20.BAB2.2C4.C.2CABCAC20.ACA2.2C4.C.4CBCB20.CBC2.2C4.C.2CBCABA$73.2C3.3C2.CABC26.2C3.3C2.2CAB26.2C3.3C2.3CA26.2C3.3C2.CABC$73.2C.ABA2C32.2C.CA3C32.2C.BCB2C32.2C.ABA2C$73.2C.CBC34.2C.BAB34.2C.ACA34.2C.CBC$73.2C.ABA34.2C.CAC34.2C.BCB34.2C.ABA$73.2C38.2C38.2C38.2C$73.2C38.2C38.2C38.2C$73.2C38.2C38.2C38.2C!

#C A monostable circuit, consisting of a signal getting split and then destructively collided with a delayed version of itself. The bottom output sends out a signal during the rising end of the signal, and the left output during the falling end.x = 23, y = 71, rule = Wire213.2C$13.2C$13.2C$13.2C$13.2C$13.2C$13.2C$13.2C$13.2C$13.2C$13.2B$13.2A$13.2C$13.2C$13.2C$13.2C$13.2C$13.2C$13.2C$13.2C$13.2C$13.2C$13.2B$13.2A$13.2C$13.2C$13.2C$13.2C$13.2C$13.2C$13.2C$13.2C$13.2C$13.2C$13.2B$13.2A$13.2C$13.2C$13.2C$13.2C$13.2C$13.2C$13.2C$13.2C$13.2C$13.2C$13.2B$13.2A$9.CBC.2C.CBC$9.3A.2C.3A$9.CBC.2C.CBC$12.4C$7.ACA2.4C3.CBC$7.3B2.5C2.3A$7.ACA3C2.5CBC$9.2C2.2A3.2C$9.2C.C2BC2.2C$9.2C2.ACA2.2C$9.2C3.CB2.2C$9.2C8.C$21C$21CAC$9.2C9.BAB$9.2C9.CAC$9.2C$9.2C$9.2C$9.2C$9.2C$9.2C$9.2C!

EDIT4: A much better binary counter (the period is 2^n*12, where n is the number of bits) using an interesting latch thing (with a monostable circuit and a simple output, they could be T-flip flops), a splitter which leaves the signal it's duplicating unmoved, and a phase-preserving version of Blinkerspawn's inverter.